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Thank you very much!!! I understood everything
Great video! Thanks!
Thank you!!
Thank you very well explained.. (y)
What if the roots are repeated (i.e. the same)... How does that change our y = ...?
If the roots are repeated then y1 = t^r and y2 = t^r ln t
Yes! Thank you!
what would your roots look like if they were imaginary?
FOR cauchy's equation, suppose ROOTS from auxiliary equation=mm=alpha +_ beta{i}
Thank you very much!!! I understood everything
Great video! Thanks!
Thank you!!
Thank you very well explained.. (y)
What if the roots are repeated (i.e. the same)... How does that change our y = ...?
If the roots are repeated then y1 = t^r and y2 = t^r ln t
Yes! Thank you!
what would your roots look like if they were imaginary?
FOR cauchy's equation, suppose ROOTS from auxiliary equation=m
m=alpha +_ beta{i}